Elements of Advanced Mathematics
portes grátis
Elements of Advanced Mathematics
Krantz, Steven G.
Taylor & Francis Ltd
06/2022
312
Dura
Inglês
9781032102757
15 a 20 dias
740
Descrição não disponível.
1. Basic Logic 2. Methods of Proof 3. Set Theory 4. Relations and Functions 5. Group Theory 6. Number Systems 7. More on the Real Number System 8. A Glimpse of Topology 9. Elementary Number Theory 10. Zero-Knowledge Proofs and Cryptography
11. An Example of an Axiomatic Theory
11. An Example of an Axiomatic Theory
Este título pertence ao(s) assunto(s) indicados(s). Para ver outros títulos clique no assunto desejado.
Transition;SEts;Relations;topology;number theory;Logic;Chinese Remainder Theorem;Mathematical Induction;Truth Table;RSA Encryption;Natural Numbers;Positive Integer;Cantor Set;Residues Modulo;Greatest Common Divisor;Modus Ponendo Ponens;Axiom P1;RSA Encryption Scheme;Odd Natural Numbers;Cantor Ternary Set;Logically Equivalent;non-Euclidean Geometry;Modus Tollendo Tollens;Hasta La Vista;Group Inverse;Elementary Number Theory;Unit Disc;Countable Set;Pairwise Disjoint;Division Algorithm;Non-trivial Subgroup
1. Basic Logic 2. Methods of Proof 3. Set Theory 4. Relations and Functions 5. Group Theory 6. Number Systems 7. More on the Real Number System 8. A Glimpse of Topology 9. Elementary Number Theory 10. Zero-Knowledge Proofs and Cryptography
11. An Example of an Axiomatic Theory
11. An Example of an Axiomatic Theory
Este título pertence ao(s) assunto(s) indicados(s). Para ver outros títulos clique no assunto desejado.
Transition;SEts;Relations;topology;number theory;Logic;Chinese Remainder Theorem;Mathematical Induction;Truth Table;RSA Encryption;Natural Numbers;Positive Integer;Cantor Set;Residues Modulo;Greatest Common Divisor;Modus Ponendo Ponens;Axiom P1;RSA Encryption Scheme;Odd Natural Numbers;Cantor Ternary Set;Logically Equivalent;non-Euclidean Geometry;Modus Tollendo Tollens;Hasta La Vista;Group Inverse;Elementary Number Theory;Unit Disc;Countable Set;Pairwise Disjoint;Division Algorithm;Non-trivial Subgroup
